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A manufacturer of candies has daily costs of T(x)=2x2−3200x+6800. T is the total cost in dollars and x is the number of units produced. How many units need to be produced to have minimum cost?

Respuesta :

The units that need to be produced to have minimum cost is 800 units.

How to calculate the units?

From the information, the manufacturer of candies has daily costs of T(x)=2x² - 3200x+6800.

Therefore, we will differentiate with respect to x. This will be:

T(x)=2x² - 3200x+6800.

4x - 3200

4x - 3200 = 0

4x = 3200

Divide

x = 3200/4

x = 800

Therefore, the units that need to be produced to have minimum cost is 800 units.

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